Name:
Common Core Geometry - Honors
Congruent
1) Given: AB  AC
CD is a median
BE is a median
Prove: CD  BE
Date:
Proving Overlapping Triangles
2) Given: DB  EC
DC  EB
Prove: <DCB  <EBC
3) Given: DA  CB , DA  AB ,
CB  AB
Prove: DAB  CBA
4) Given: AEFB , CE  DF
<1  <2, AE  BF
Prove: AFD  BEC
5) Given: <D  <C,
M is the midpoint of DC,
<1  >2
Prove: DB  CA
6) Given: BD  BE ,
DA  EC
Prove: <A  <C
7) Given: BD  DF ,CD  DE ,CG  EG
Prove: BG  GF